Date tehnice:
- Alimentare electrica: 1×230V +6%/-10%, 50Hz
- Protectia motorului: Protectia suplimentara a motorului nu este necesara
- Grad de protectie: IP 44
- Clasa de izolatie: F
- Umiditate relativa maxima a mediului: ≤ 95%
- Presiune maxima in sistemul de incalzire centrala: 1 Mpa
- Presiunea minima de aspiratie a fluxului in functie de temperatura agentulu de incalzire: ≤ 85 °C | 0.005 MPa; ≤ 90 °C | 0.028 MPa; ≤ 95 °C | 0.050 MPa
- Conformitate cu standardul EMC: EN61000-6-1; EN61000-6-3
- Presiunea acustica a pompei care functioneaza: 43 dB (A)
- Temperatura mediului admisa: 0~+40°C
- Temperatura maxima a agentului de incalzire: TF 95
- Incalzirea maxima a suprafetei pompei: ≤ 110°C
- Interval de temperaturi al lichidului pompat: 2~+95°C
- Model: 25-60/130
- Regim functionare (x1): 8
- Ridicare (m): 6
- Debit (l/min): 55
- Putere motor (W): 5-45
- Diametru stuturi (inci): 1½ x 1
- Distanta dintre stuturi (mm): 130
NOVA
NOVA
Pompe de circulatie electronice de economisire a energiei care indeplinesc cerintele adecvate pentru pompele din clasa energetica A.
Coeficientul de eficienta energetica al pompelor din seria NOVA este: EEI<=0,23
Pompa de circulatie seria NOVA este echipata cu un motor cu magneti permanenti si un regulator al diferentei de presiuni care regleaza automat si in continuu capacitatea pompei pentru a satisface nevoile reale ale sistemului. Panoul de control al pompei este situat in varful motorului, ceea ce faciliteaza operarea sa de catre utilizator. Consumul curent de energie electrica este afisat pe cadranul sau. Setul include pompa impreuna cu un set de fitinguri filetate si un adaptor pentru conectarea cablului.
Pompa are 8 regimuri de functionare:
- AUTO (setare din fabrica)
- BL1
- BL2
- HD1
- HD2
- HS1
- HS2
- HS3
- Curba de caracteristica a presiunii proportionale, de la valoarea cea mai mare pana la valoarea cea mai mica.
- Curbe de presiune proportionala
- Curbe de presiune constanta
- Curbe de viteza de rotatie constanta
APLICATIE:
- Pompa de circulatie seria NOVA este cea mai potrivita pentru urmatoarele sisteme:
- Sistem de incalzire la temperatura constanta cu debit variabil
- Sistem de incalzire cu temperatura variabila a sistemului de conducte.
- Sistem de incalzire cu regim de noapte.
- Sistem de aer conditionat
- Sistem circulatie industriala
- Sistem casnic de incalzire centrala si sistem casnic de apa calda menajera.
![](data:image/png;base64,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)